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Let's talk Business!

Page history last edited by Diana Arcaute 11 years, 8 months ago

Let's Talk Business! 

 Topics: Fractions 

 

 Images/Video Resources 

 

  

This image can help you decide how you want to slice and create each different pizza you plan to put on your menu.  

 

Check out this short video on how Pizza and fractions are related! 

Scenario

Tom Monaghan started Dominoes pizza more than 50 years ago after overcoming many challenges in his life. Along with his brother, Tom bought a single pizza restaurant called DomiNicks. After a year of business he named the place Dominoes Pizza,simplified his pizza, and made millions. In 1999, Tom Monaghan sold the Dominoes Pizza Chain for 1 billion dollars. 

 

Today, Dominoes is overcoming many challenges itself. Due to the recent decline in sales, Dominoes relaunched its new pizza recipe in order to reestablish its company name and continue to make and sale pizza.  The plan worked and Dominoes Pizza chain has seen an increase in their pizza sales ever since they launched their new pizza recipe.    

 

 

 

 

Task

Sample Investigations/Teacher Resources

 

Dominoes Pizza has hired you and your team to design a new menu for their restaurant. They would like you to incorporate fractions as a way for people to order their pizzas. They would also like for the menu to include pictures, prices, locations, phone numbers, and any other important information you think is necessary. You will present the menu to Dominoes in a meeting held at their corporate office in one week. You may use any method to present your idea such as posters, web 2.0 tools, Powerpoint, etc. 

 

 

http://math.rice.edu/~lanius/fractions/index.html

http://www.mathsisfun.com/fractions.html

Awesome Lessons by Nasa- "Pizza"rama with Fractions! 

 

 

Student Resources

 

 

What are fractions?

Fractions! 

Visual Fractions

Cool Math Games

Fraction Lesson

IXL.Com

 

Extension: Try making a funny comic like this one about Fractions! :)  

 

Student Work

Standards

1. Read and analyze the scenario and situation.
Check your understanding of the scenario. Don't be tempted to start thinking about potential solutions or to start looking for information. 

 

1. List your personal understanding, ideas or hunches.

Now that you are familiar with fraction you will write everything you know about fractions and Pizza. Describe your thoughts or ideas about how to solve the problem. There are not incorrect answers in this step, just feel free to brainstorm your ideas.

 

2. List what is known.

 With your team use all the information available in the scenario to list everything that you know about fractions and Pizza. You do not have to conduct any research yet. Just use the information given and write the facts that you already know about fractions.

3. List what is unknown.

With your team, make a list about what you do not know and would like to learn. List all the questions you will need to answer to solve the problem.  

 

4. List what needs to be done.
"What should we do?" List actions to be taken, e.g., question an expert, conduct research, go to a board meeting about topic. List possible actions. 

 

5. Develop a problem statement.

You will be responsible for thinking and choosing one of the questions to solve the problem.  A problem statement should come from your analysis of what you know. In one or two sentences, you should be able to describe what it is that your group is trying to solve, produce, respond to, or find out. The problem statement may have to be revised as new information is discovered and brought to bear on the situation.

6. Gather information

Use all the resources available (Internet, library, etc) to research about the problem/topic and find a solution.


7. Present Findings

You will present the menu to Dominoes in a meeting held at their corporate office in one week. You may use any method to present your idea such as posters, web 2.0 tools, Powerpoint, etc. 

 

 

 

 

(4.2) Number, operation, and quantitative reasoning. The student describes and compares fractional parts of whole objects or sets of objects. The student is expected to: 

(A) use concrete objects and pictorial models to generate equivalent fractions; 

(B) model fraction quantities greater than one using concrete objects and pictorial models;revised August 2011 

(C) compare and order fractions using concrete objects and pictorial models; and 

(D) relate decimals to fractions that name tenths and hundredths using concrete objects and pictorial models. 


Based on a work at msttpagotech.pbworks.com.

Creative Commons License
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.

Resources: Youtube, Google Search Engine, Google Images

 

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